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1. Properties of Kähler differentials

    1. Problem 1.1.

      [Ben Tighe] What characterizes a variety Z with $\Omega_Z^k$ reflexive for all (some) k? Does $\Omega_Z^k$ being reflexive for all (some) k implies X is smooth or lci?
        • Problem 1.2.

          [Sándor Kovács] What characterizes a variety $\Omega_Z^k/torsion$ being reflexive or $S_2$?

              Cite this as: AimPL: Higher Du Bois and higher rational singularities, available at http://aimpl.org/higherdubois.